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V. Rusu. Combining narrowing and theorem proving for rewriting-logic specifications. In 4th International Conference on Tests and Proofs (Tap'10), LNCS, Volume 6143, Pages 135-150, July 2010.

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We present an approach for verifying dynamic systems specified in rewriting logic, a formal specification language implemented in the Maude system. Our approach is tailored for invariants, i.e., properties that hold on all states reachable from a given class of initial states. The approach consists in encoding invariance properties into inductive properties written in membership equational logic, a sublogic of rewriting logic also implemented in Maude. The invariants can then be verified using an inductive theorem prover available for membership equational logic, possibly in interaction with narrowing-based symbolic analysis tools for rewriting-logic specifications also available in the Maude environment. We show that it is possible, and useful, to automatically test invariants by symbolic analysis before interactively proving them


Vlad Rusu http://www.irisa.fr/vertecs/Equipe/Rusu/vlad-rusu.html

BibTex Reference

   Author = {Rusu, V.},
   Title = {Combining narrowing and theorem proving for rewriting-logic specifications},
   BookTitle = {4th International Conference on Tests and Proofs (Tap'10)},
   Volume = {6143},
   Pages = {135--150},
   Series = {LNCS},
   Publisher = {Springer},
   Month = {July},
   Year = {2010}

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